AbstractIf R is a ring with identity then FilR denotes the set of all right topologizing filters on R. This paper investigates those rings R for which the natural multiplication operation on FilR is commutative
AbstractNecessary and sufficient conditions are provided for the nilpotence of the intersection of a...
AbstractGiven a ring R, we define its right i-profile (resp. right p-profile) to be the collection o...
Let $R$ be a commutative Noetherian local ring. We study tensor products involving a finitely genera...
AbstractIf R is a ring with identity then FilR denotes the set of all right topologizing filters on ...
Please read abstract in the article.The National Research Foundation of South Africa under Grant Num...
AbstractWe investigate commutativity of the ring R involving some additive mapping with necessary to...
AbstractUsing results of Müller and Goldston and Mewborn we define a topology on Spec R which makes ...
Thesis (M.Sc) - University of Natal, Pietermaritzburg, 2003The purpose of this thesis is to investig...
left R-modules to be an S-torsion theory if and only if there exists an ideal I of R satisfying the ...
summary:Let $R$ be an associative ring with identity $1$ and $J(R)$ the Jacobson radical of $R$. Sup...
A definition of torsion theory T on the category R-mod of left R-modules is given, using an equivale...
A class of rings in which each member is the extension of a nilpotent torsion ring by a semisimple s...
Throughout this paper R is a ring with identity and every R-module is unital. Let t be a hereditary ...
An R module M is herein called torsion if each element has nonzero annihilator, and faithful if the ...
summary:We study the construction of new multiplication modules relative to a torsion theory $\tau $...
AbstractNecessary and sufficient conditions are provided for the nilpotence of the intersection of a...
AbstractGiven a ring R, we define its right i-profile (resp. right p-profile) to be the collection o...
Let $R$ be a commutative Noetherian local ring. We study tensor products involving a finitely genera...
AbstractIf R is a ring with identity then FilR denotes the set of all right topologizing filters on ...
Please read abstract in the article.The National Research Foundation of South Africa under Grant Num...
AbstractWe investigate commutativity of the ring R involving some additive mapping with necessary to...
AbstractUsing results of Müller and Goldston and Mewborn we define a topology on Spec R which makes ...
Thesis (M.Sc) - University of Natal, Pietermaritzburg, 2003The purpose of this thesis is to investig...
left R-modules to be an S-torsion theory if and only if there exists an ideal I of R satisfying the ...
summary:Let $R$ be an associative ring with identity $1$ and $J(R)$ the Jacobson radical of $R$. Sup...
A definition of torsion theory T on the category R-mod of left R-modules is given, using an equivale...
A class of rings in which each member is the extension of a nilpotent torsion ring by a semisimple s...
Throughout this paper R is a ring with identity and every R-module is unital. Let t be a hereditary ...
An R module M is herein called torsion if each element has nonzero annihilator, and faithful if the ...
summary:We study the construction of new multiplication modules relative to a torsion theory $\tau $...
AbstractNecessary and sufficient conditions are provided for the nilpotence of the intersection of a...
AbstractGiven a ring R, we define its right i-profile (resp. right p-profile) to be the collection o...
Let $R$ be a commutative Noetherian local ring. We study tensor products involving a finitely genera...
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